We compute the number of finite dimensional irreducible modules for the algebras
quantizing Nakajima quiver varieties. We get a lower bound for all quivers and vectors of …

An extended non-local field equations characterised by modified dispersion relations have
been constructed based on non-local differential and hyperdifferential quantum operators …

We consider the modification of the linear momentum based on the non-locality in
generalized uncertainty principle approach. We calculate the deformed commutation …

We propose Whittaker function approach as a theoretical method for finding exact solutions
of a quantum mechanical system placed in the Kratzer potential. We then show that the …

The generalization of the Heisenberg uncertainty principle has been proposed by different
theories of quantum gravity. This deformation affects the quantum phenomena. In this work …

Recently, it has been of considerably high interest to introduce the notion of minimal length
in quantum mechanics and quantum field theories to get a proper description of quantum …

The Schrödinger equation is considered in the minimal length formalism with the potential
well problem. The equation, in an approximate scheme, appears in fourth-order form, which …

The Schrödinger equation is considered in the minimal length formalism with the potential
well problem. The equation, in an approximate scheme, appears in fourth-order form, which …